Write the first five terms of the geometric sequence

The video tutorial explains how to find the first five terms of a sequence using the formula n = 4 * (1/3)^N. The instructor demonstrates the process by substituting values for N to calculate each term, providing a step-by-step guide for each calculation. The tutorial concludes with a summary of the results.

What is the general formula used to find the terms in the sequence?

• n = 3 * 1/4 raised to the N

• n = 4 * 1/3 raised to the N

• n = 4 * 3 raised to the N

• n = 1/3 * 4 raised to the N

How do you calculate the first term of the sequence?

• By multiplying 4 by 1/3 raised to the fourth power

• By multiplying 4 by 1/3 raised to the second power

• By multiplying 4 by 1/3 raised to the first power

• By multiplying 4 by 1/3 raised to the third power

What is the value of the second term in the sequence?

• 4/9

• 4/3

• 4/81

• 4/27

What is the fourth term of the sequence?

• 4/9

• 4/243

• 4/81

• 4/27

What is the fifth term of the sequence?

• 4/81

• 4/243

• 4/729

• 4/3